Altenpflege (2_073)

Grundkompetenz: AG 2.1, AG 2.5, AN 1.1, AN 1.3
a)
Katharina und Georg arbeiten als Pflegekräfte in einem Heim. Sie bekommen das gleiche monatliche Grundgehalt. Im Februar lag in diesem Heim ein besonderer Arbeitsbedarf vor. Georg leistete [math]14[/math] Überstunden, Katharina leistete [math]46[/math] Überstunden. Ihr jeweiliges Gesamtentgelt setzt sich aus dem Grundgehalt und der Abgeltung für die geleisteten Überstunden zusammen. Jede Überstunde wird dabei gleich abgegolten.[br][br]Das Gesamtentgelt von Georg betrug im Februar € [math]2.617[/math], jenes von Katharina betrug € [math]3.433[/math].[br][br][br][br][b][size=150]1) Ermitteln Sie das Grundgehalt und die Abgeltung für eine Überstunde.[/size][/b]
b)
Der Aufzug eines Pflegeheims hat eine rechteckige Grundfläche mit einer Länge von [math]4m[/math] und einer Breite von [math]2,8m[/math]. Ein Pflegebett fährt auf beweglichen Rollen und hat die Außenmaße [math]2,4m[/math] x [math]1,1m[/math] (siehe nachstehende nicht maßstabgetreue Abbildung).[br][br][img]data:image/png;base64,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[/img][br][br][br][br][b][size=150]1) Überprüfen Sie nachweislich, ob der Aufzug breit genug ist, damit das Bett – wie oben skizziert – um [math]180°[/math] gedreht werden kann.[/size][/b]
c)
Die nachstehende Tabelle zeigt die Anzahl der Hausbesuche pro Jahr durch mobile Dienste im Rahmen der Altenpflege in Oberösterreich sowie deren prozentuellen Anstieg jeweils im Vergleich zur Anzahl [math]2[/math] Jahre davor.[br][br][img]data:image/png;base64,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[/img][br][br]Der prozentuelle Anstieg der Anzahl der Hausbesuche pro Jahr betrug sowohl von 2000 auf 2002 als auch von 2002 auf 2004 jeweils rund [math]15,6\%[/math].[br][br][br][br][b][size=150]1) Erklären Sie in Worten, warum sich die absolute Änderung der Anzahl der Hausbesuche pro Jahr von 2000 auf 2002 von jener von 2002 auf 2004 unterscheidet, obwohl die prozentuellen Anstiege in den jeweiligen Zeitintervallen gleich sind.[/size][/b]
[b][size=150]2) Interpretieren Sie das Ergebnis der Berechnung [math]\frac{1360543-498086}{2004-1994}\approx86246[/math] im gegebenen Sachzusammenhang.[/size][/b]
Close

Information: Altenpflege (2_073)